So total: 4 distinct arrangements (one per suit)

March 11, 2026

So total: 4 distinct arrangements (one per suit)

**So

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But if numbers are indistinguishable in value (e.g., heart 10 same as diamond 10 if indistinct), but rank matters, then only fixed sequence counts.
For each suit, only one valid royal flush sequence (A-K ordered)
No permutations—order is fixed (A-K)
But arrange implies ordering — if the hand is ordered (like in poker), but royal flush sequences are fixed. However, in permutations, even if order is fixed by rank, the arrangement of 5 specific cards in a sequence is just one per suit.
But the phrase clickbait suggests surprising difficulty—perhaps permuting the suits? No—only one valid.
Wait — perhaps the indistinguishable applies to the value representation: if all 10s are identical in value, but still A-10 requires distinct ranks.

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